JS在处理浮点数计算时经常会遇到精度的问题,上一篇博客封装了JS浮点数加减法的方法,这一次来封装一下js浮点数乘除法运算。


其实浮点除法的封装跟加减法的封装原理是一样,只是在第一次计算完后会再复位小数位数的时候稍微会复杂一点。

加法运算在第一次清除小数点计算后,根据小数位数的最大值可以知道计算后的结果应该再复位多少位小数。

而乘除法运算得分二种情况:

乘法运算时,二个数去掉小数点,相当于放大了10的对应二数小数点位数的和的次幂,所以计算完后的结果应该保留至少对应小数位数的和的位数;

除法运算时,二个数去掉小数点,相当于乘上了10的(被除数的小数位数-除数的小们数)次幂,如果被除数的小数位数-除数的小位数大于0则是小数增加对应位,如果是小于0则小数位数减少对应位


代码如下

//浮点数乘除法
function muldivfloat(num0,num1,bzstr){
var ln0=getws(num0),//第一个值的的小数位数
ln1=getws(num1),//第二个值的的小数位数
lnz=Math.max(ln0,ln1),//取得小数位数中的最大数
lncz,//小数位数的统计值
num0str,//第一个值数字转字符
num1str,//第二个值数字转字符
resultz,//计算结果
lnqh;//除法后结果存储小数 if(lnz===0){//如果数字原本就是整形,直接执行计算
if(bzstr==="*"){
resultz=Number(num0)*Number(num1);
}else{
resultz=Number(num0)/Number(num1);
}
return resultz;
} num0str=clearpoint(num0,".");
num1str=clearpoint(num1,".");
//根据传入的符号来判断是做乘法还是除法运算
if(bzstr==="*"){
lncz=ln0+ln1;//小数位数的总数
resultz=addwsfront((Number(num0str)*Number(num1str)).toString(),lncz);//对乘法运算后的结果执行位数补全
return Number(resultz.slice(0,-lncz)+"."+resultz.slice(-lncz));
} else {
lncz=ln0-ln1;//小数位数的差数
resultz=Number(num0str)/Number(num1str);
if(lncz===0){//如果除数,被除除数小数位相同,即直接返回计算值
return resultz;
}
lnqh=getws(resultz);//除法计算后可能的小数位数
resultz=clearpoint(resultz,".");//除法运算结果去小数位数
lncz=lncz+lnqh;//最后应该保留的小数位数
if(lncz>0){//如果要保留的小数位数不够
resultz=addwsfront(resultz,lncz);//对计算的结果前补0
return Number(resultz.slice(0,-lncz)+"."+resultz.slice(-lncz));
}else {//如果要保留的小数位数小于0
lncz=Math.abs(lncz);
resultz=addwsback(resultz,lncz);//对计算的结果后补0
console.log(lncz,resultz);
return Number(resultz);
} } }
//后补0补够位数
function addwsback(str,len){
for(var i=0;i<len;i++){
str=str+"0";
}
return str;
}
//前置0补够位数
function addwsfront(str,len){
var getStr='',
saveStr='',
strLen=0,//存储当前字符串的长度
addLen=0,//应该补位的个数
returnStr='';
//如果传进去的值是负值,那就要先存储符号
if(str.indexOf('-')!=-1){
getStr=str.replace('-','');
saveStr='-';
}else{
getStr=str;
}
strLen=getStr.length;
addLen=len-strLen;
if(addLen<=0){
returnStr=str;
} else {
for(var i=0;i<addLen;i++){
getStr="0"+getStr;
}
returnStr=saveStr+getStr;
}
return returnStr;
}
//取得小数位数
function getws(num){
var ln=0;
try {
ln=num.toString().split(".")[1].length;//获取小数位数
}catch(e){
ln=0;
}
return ln;
}
//补全0
function getbq(str,len){
for(var i=0;i<len;i++){
str=str+"0";
}
return str;
}
//浮点型数去小数点转字符串
function clearpoint(num,str){
var getStr=num.toString();
if(getStr.indexOf(str)!=-1){
return getStr.replace(str,"");
}
return getStr;
}

结果如下:

至少575659.82*100是没有精度的问题啦,呵呵。

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" alt="" />

在线测试地址

个人知识有限,如有不正确的地方,望指正,共同学习进步!

现已把加减乘除打包成一个JS文件并修正了一些错误与bug,放在我的个人github空间里,欢迎star,欢迎下载使用,github地址

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